Home
Sabaq Lite
About Us
Media
Sign In
Sabaq Foundation
Sabaq Lite
About Us
Media
Sign In
8- Conics-I
Khyber Pakhtunkhwa Board > Class 12 > Math (
Total Videos: 576
)
All Chapters
Chapter 1: 1. Introduction to Symbolic Package: MAPLE
Chapter 2: 2. Functions and Limit
Chapter 3: 3. Differentiation
Chapter 4: 4. Higher Order Derivatives and Applications
Chapter 5: 5. Differentiation of Vector Functions
Chapter 6: 6.Integration
Chapter 7: 7-Plane Analytic Geometry Straight Line
Chapter 8: 8- Conics-I
Chapter 9: 9-Conics-II
Chapter 10: 10-Differential Equations
Chapter 11: 11-Partial Differentiation
Chapter 12: 12-Introduction to Numerical Methods
Show Content
Select a chapter above and press 'Show Content'. Click a video topic below to view.
Chapter 8: 8- Conics-I (
36 videos
)
8.1: 8.1-Introduction
Introduction to Conic Section
More on Introduction to Conic Section
8.2: 8.2-Circle
Standard Form of Equation of Circle
General Form of Equation of Circle
More on General Form of Equation of Circle
Equation of Circle Passing Though Three Non-Collinear Points
More on Equation of Circle Passsing Through 3 Non-Collinear Points
Equation of Circle Passing Through 2 Points and its Centre on Line
Equation-Circle Passing Though 2 Points with 1 Tangential Point
Equation-Circle Passing Though 2 Points with 1 Tangential Point-1
Equation-Circle Passing Through 2 Points and Line
Equation-Circle Passing Through 2 Points and Line
8.3: 8.3-Tangents and Normal
Condition that Line may be Tangent to Circle
Equation of Tangent to Circle
More on Equation of Tangent to Circle
Problem1- Equation of Tangent to Circle
Problem2a-Equation of Tangent to Circle
Problem2b-Equation of Tangent to Circle
Equation of Normal to Circle
Problem-Points Lie Inside, Outside or on the Circle
Points Lie Inside, Outside or on the Circle
Line Intersects Circle at Most 2 Points
Length of Tangent to Circle
Proof-2 Tangents can be Drawn to Circle from Point
More on Proof-2 Tangents can be Drawn to Circle from Point
8.4: 8.4-Properties of Circle
Chords Perpendicular Passes Centre of Circle
More on Chords Perpendicular Passes Centre of Circle
Congruent Chords are Equidistance from Centre of Circle
More on Congruent Chords are Equidistance from Centre of Circle
To Prove Circles Diameter is 2 Times its Radius
Line From Centre and Midpoint of Chord is Perp to it
More on Line From Centre and Midpoint of Chord is Perp to it
Angle in Semi-Circle is Right Angle
More on Angle in Semi-Circle is Right Angle
Perpendicular Radial Segment is Tangent to Circle
More on Perpendicular Radial Segment is Tangent to Circle
Spread the word:
Tell us how Sabaq videos have helped you?
Click here
Facebook
Twitter
Instagram
Youtube
Linkedin